'Square factors' diaporamas de présentation

WARM UP

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WARM UP

WARM UP. 4. POWER OF A PRODUCT Simplify the expression. (3x) 4 (-5x) 3 ( xy ) 6 (8xy) 2. WARM UP. 3. POWER OF A PRODUCT Simplify the expression. (3x) 4 (-5x) 3 ( xy ) 6 (8xy) 2. WARM UP. 2. POWER OF A PRODUCT Simplify the expression. (3x) 4 (-5x) 3 ( xy ) 6 (8xy) 2. WARM UP.

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Simplify & Multiply Radical Expressions

Simplify & Multiply Radical Expressions. Lesson 3.4 Page 142. Simplest Form. A radical expression is in simplest form when the following three conditions have been met . No radicands have perfect square factors other than one. 2) No radicands contain fractions .

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Adding and Subtracting Surds

Adding and Subtracting Surds. Slideshow 8, Mr Richard Sasaki, Room 307. Objectives. Be able to convert numbers in index form into fractions and surds Understand the values of surds that cannot be simplified Be able to add and subtract surds together. Index Form.

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Simplifying Non-Perfect Squares

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Section 11.2B Notes Adding and Subtracting Radical Expressions

Section 11.2B Notes Adding and Subtracting Radical Expressions. You can use the distributive property to simplify sums and differences of radical expressions when the expressions have the same radicand. Ex. ______________

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